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href="https://blog.csdn.net/weixin_44857463?type=blog" target="_blank" title="CSDN"><i class="fa fa-book-open"></i></a><a class="social-icon" href="tencent://AddContact/?fromId=45&amp;fromSubId=1&amp;subcmd=all&amp;uin=31025287432&amp;website=www.oicqzone.com" target="_blank" title="QQ"><i class="fab fa-qq"></i></a></div></div><div id="scroll-down"><i class="fas fa-angle-down scroll-down-effects"></i></div></header><main class="layout" id="content-inner"><div class="recent-posts" id="recent-posts"><div class="recent-post-item"><div class="post_cover left"><a href="/posts/437097cd/" title="反向传播算法"><img class="post-bg" src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/%E5%8D%9A%E5%AE%A2/image-20230708205754393.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="反向传播算法"></a></div><div class="recent-post-info"><a class="article-title" href="/posts/437097cd/" title="反向传播算法">反向传播算法</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2023-03-08T12:55:07.000Z" title="发表于 2023-03-08 20:55:07">2023-03-08</time></span><span class="article-meta"><span class="article-meta-separator">|</span><i class="fas fa-inbox"></i><a class="article-meta__categories" href="/categories/%E5%AD%A6%E6%9C%AF/">学术</a></span></div><div class="content">反向传播算法1、介绍反向传播算法是一种用于训练人工神经网络的优化算法。它利用梯度下降法来最小化神经网络的损失函数，并更新网络参数以提高模型的准确性。下面是反向传播算法的详细介绍。
反向传播算法的基本原理是利用链式法则（chain rule）来计算损失函数相对于每个网络参数的梯度。该算法从输出层开始，计算每个参数的梯度，并向后逐层传播，直到达到输入层。在每一层中，算法通过将该层的梯度与下一层的梯度相乘来计算该层的梯度。这个过程反向传播了误差，因此称为反向传播算法。
反向传播算法的步骤如下：
前向传播：对于给定的输入样本，计算神经网络的输出结果。
计算误差：将神经网络的输出结果与真实结果进行比较，并计算误差。误差通常使用损失函数（例如均方误差）来表示。
反向传播误差：从输出层开始，计算每个参数的梯度，并向后逐层传播，直到达到输入层。
更新参数：使用梯度下降法来更新神经网络的参数，以最小化损失函数。梯度下降法的目标是沿着梯度的相反方向更新参数，以使损失函数最小化。
重复步骤1-4，直到达到停止条件，例如达到最大迭代次数或达到期望的训练误差。
反向传播算法的优点是它可以处理复杂的非线性模型，并 ...</div></div></div><div class="recent-post-item"><div class="post_cover right"><a href="/posts/ba945d0d/" title="数据结构与算法2"><img class="post-bg" src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/blogs/image-20230110084245095.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="数据结构与算法2"></a></div><div class="recent-post-info"><a class="article-title" href="/posts/ba945d0d/" title="数据结构与算法2">数据结构与算法2</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2023-02-18T07:28:26.000Z" title="发表于 2023-02-18 15:28:26">2023-02-18</time></span><span class="article-meta"><span class="article-meta-separator">|</span><i class="fas fa-inbox"></i><a class="article-meta__categories" href="/categories/%E6%95%B0%E6%8D%AE%E7%BB%93%E6%9E%84%E4%B8%8E%E7%AE%97%E6%B3%95/">数据结构与算法</a></span></div><div class="content">一. 基础算法1. 常见查找算法查找算法是一种在数据集中寻找特定数据项的方法。通常，数据集是在计算机程序中存储的，例如数组、链表或散列表。在编写程序时，查找算法是非常重要的，它有助于快速找到所需的数据。在本文中，我们将介绍一些基本的查找算法及其特点。
线性查找线性查找也称为顺序查找，是一种最简单的查找算法。在这种算法中，我们从数据集的开头开始，逐个比较每个数据项，以寻找要查找的数据。如果我们找到了目标数据，查找过程就结束了。如果我们到达数据集的末尾，仍然找不到目标数据，则可以认为它不存在于数据集中。
线性查找的时间复杂度是O(n)，其中n是数据集的大小。因此，它在大型数据集中可能会很慢。然而，在小型数据集中，它仍然是一种非常有用的算法。
二分查找二分查找也称为折半查找，是一种更快速的查找算法。但前提是，数据集必须已经排序。在二分查找中，我们取数据集的中间值，然后将目标与中间值进行比较。如果目标小于中间值，则在左侧子集中继续查找；如果目标大于中间值，则在右侧子集中继续查找。每次比较都会缩小要搜索的数据集的大小。
二分查找的时间复杂度是O(log n)，其中n是数据集的大小。这种算法在大型 ...</div></div></div><div class="recent-post-item"><div class="post_cover left"><a href="/posts/65ce02f4/" title="Delaunay三角网"><img class="post-bg" src= "" data-lazy-src="/img/category_img.jpg" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="Delaunay三角网"></a></div><div class="recent-post-info"><a class="article-title" href="/posts/65ce02f4/" title="Delaunay三角网">Delaunay三角网</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2023-02-06T02:55:27.000Z" title="发表于 2023-02-06 10:55:27">2023-02-06</time></span><span class="article-meta"><span class="article-meta-separator">|</span><i class="fas fa-inbox"></i><a class="article-meta__categories" href="/categories/%E5%AD%A6%E6%9C%AF/">学术</a></span></div><div class="content">Delaunay 三角网Delaunay 三角网是计算几何学中的一种三角剖分方法，用于将给定的点集合连接成不重叠且无内部点的三角形组成的网格结构。Delaunay 三角网具有一些重要的性质，使其在许多应用领域中得到广泛应用，例如计算机图形学、计算机视觉、地理信息系统和有限元分析等。
Delaunay 三角网的生成过程基于以下原则：给定一组点，如果点集中没有任何点在某个三角形的外接圆内部，则该三角形属于 Delaunay 三角网。换句话说，Delaunay 三角网中的任何一个三角形都满足其外接圆不包含其他点。这个性质使得 Delaunay 三角网具有最大化最小角的特点，使得三角形的形状更加均匀和稳定。
Delaunay 三角网的生成可以使用多种算法，其中最常用的是Bowyer-Watson算法，其基本思想如下：

初始化：将点集中的几个点组成一个超级三角形，该超级三角形完全包含所有的点。

逐点插入：对于点集中的每个点，将其插入到当前的 Delaunay 三角网中。

修复：对于每个新插入的点，需要更新 Delaunay 三角网，确保满足 Delaunay 性质。这涉及到删除包含新点的三 ...</div></div></div><div class="recent-post-item"><div class="post_cover right"><a href="/posts/239d0cb7/" title="数据结构与算法1"><img class="post-bg" src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/blogs/image-20230110084245095.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="数据结构与算法1"></a></div><div class="recent-post-info"><a class="article-title" href="/posts/239d0cb7/" title="数据结构与算法1">数据结构与算法1</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2023-01-08T14:02:28.000Z" title="发表于 2023-01-08 22:02:28">2023-01-08</time></span><span class="article-meta"><span class="article-meta-separator">|</span><i class="fas fa-inbox"></i><a class="article-meta__categories" href="/categories/%E6%95%B0%E6%8D%AE%E7%BB%93%E6%9E%84%E4%B8%8E%E7%AE%97%E6%B3%95/">数据结构与算法</a></span></div><div class="content">一. 初识算法1.1 什么是算法？定义
在数学和计算机科学领域，算法是一系列有限的严谨指令，通常用于解决一类特定问题或执行计算

In mathematics and computer science, an algorithm (&#x2F;ˈælɡərɪðəm&#x2F;) is a finite sequence of rigorous instructions, typically used to solve a class of specific problems or to perform a computation.[^1]

Introduction to Algorithm[^2]
不正式的说，算法就是任何定义优良的计算过程：接收一些值作为输入，在有限的时间内，产生一些值作为输出。

Informally, an algorithm is any well-defined computational procedure that takes some value, or set of values, as input and produces some value,  ...</div></div></div><div class="recent-post-item"><div class="post_cover left"><a href="/posts/4cbe9020/" title="9.NodeJS"><img class="post-bg" src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/blogs/image-20230722213120050.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="9.NodeJS"></a></div><div class="recent-post-info"><a class="article-title" href="/posts/4cbe9020/" title="9.NodeJS">9.NodeJS</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2022-10-22T13:50:32.000Z" title="发表于 2022-10-22 21:50:32">2022-10-22</time></span><span class="article-meta"><span class="article-meta-separator">|</span><i class="fas fa-inbox"></i><a class="article-meta__categories" href="/categories/%E6%8A%80%E6%9C%AF/">技术</a></span></div><div class="content">NodeJS1.	对Node的优点和缺点提出了自己的看法：*（优点）因为Node是基于事件驱动和无阻塞的，所以非常适合处理并发请求，因此构建在Node上的代理服务器相比其他技术实现（如Ruby）的服务器表现要好得多。此外，与Node代理服务器交互的客户端代码是由javascript语言编写的，因此客户端和服务器端都用同一种语言编写，这是非常美妙的事情。*（缺点）Node是一个相对新的开源项目，所以不太稳定，它总是一直在变，而且缺少足够多的第三方库支持。看起来，就像是Ruby&#x2F;Rails当年的样子。
2.	需求：实现一个页面操作不会整页刷新的网站，并且能在浏览器前进、后退时正确响应。给出你的技术实现方案？至少给出自己的思路（url-hash,可以使用已有的一些框架history.js等）
3.	Node.js的适用场景？1)、实时应用：如在线聊天，实时通知推送等等（如socket.io）2)、分布式应用：通过高效的并行I&#x2F;O使用已有的数据3)、工具类应用：海量的工具，小到前端压缩部署（如grunt），大到桌面图形界面应用程序4)、游戏类应用：游戏领域对实时和并发有很高 ...</div></div></div><div class="recent-post-item"><div class="post_cover right"><a href="/posts/undefined/" title="5.Ajax和网络"><img class="post-bg" src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/blogs/image-20230722213120050.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="5.Ajax和网络"></a></div><div class="recent-post-info"><a class="article-title" href="/posts/undefined/" title="5.Ajax和网络">5.Ajax和网络</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2022-05-22T13:42:42.000Z" title="发表于 2022-05-22 21:42:42">2022-05-22</time></span><span class="article-meta"><span class="article-meta-separator">|</span><i class="fas fa-inbox"></i><a class="article-meta__categories" href="/categories/%E6%8A%80%E6%9C%AF/">技术</a></span></div><div class="content">Ajax和网络1、Ajax 是什么? 如何创建一个Ajax？Ajax并不算是一种新的技术，全称是asychronous javascript and xml，可以说是已有技术的组合，主要用来实现客户端与服务器端的异步通信效果，实现页面的局部刷新，早期的浏览器并不能原生支持ajax，可以使用隐藏帧（iframe）方式变相实现异步效果，后来的浏览器提供了对ajax的原生支持使用ajax原生方式发送请求主要通过XMLHttpRequest(标准浏览器)、ActiveXObject(IE浏览器)对象实现异步通信效果基本步骤：
var xhr =null;//创建对象 if(window.XMLHttpRequest)&#123;	xhr = new XMLHttpRequest();&#125;else&#123;	xhr = new ActiveXObject(&quot;Microsoft.XMLHTTP&quot;);&#125;     xhr.open(“方式”,”地址”,”标志位”);//初始化请求      xhr.setRequestHeader(“”,””);//设置http ...</div></div></div><div class="recent-post-item"><div class="post_cover left"><a href="/posts/undefined/" title="CSS3"><img class="post-bg" src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/blogs/image-20230722213120050.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="CSS3"></a></div><div class="recent-post-info"><a class="article-title" href="/posts/undefined/" title="CSS3">CSS3</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2022-04-27T13:39:41.000Z" title="发表于 2022-04-27 21:39:41">2022-04-27</time></span><span class="article-meta"><span class="article-meta-separator">|</span><i class="fas fa-inbox"></i><a class="article-meta__categories" href="/categories/%E6%8A%80%E6%9C%AF/">技术</a></span></div><div class="content">HTML5 CSS31.CSS3有哪些新特性？
CSS3实现圆角（border-radius），阴影（box-shadow），
对文字加特效（text-shadow、），线性渐变（gradient），旋转（transform）
transform:rotate(9deg) scale(0.85,0.90) translate(0px,-30px) skew(-9deg,0deg);&#x2F;&#x2F; 旋转,缩放,定位,倾斜
增加了更多的CSS选择器  多背景 rgba
在CSS3中唯一引入的伪元素是 ::selection.
媒体查询，多栏布局
border-image

2.html5有哪些新特性、移除了那些元素？如何处理HTML5新标签的浏览器兼容问题？如何区分 HTML 和 HTML5？新特性：

拖拽释放(Drag and drop) API
语义化更好的内容标签（header,nav,footer,aside,article,section）
音频、视频API(audio,video)
画布(Canvas) API
地理(Geolocation) API
本地离线存储  ...</div></div></div><div class="recent-post-item"><div class="post_cover right"><a href="/posts/e8bb4d48/" title="1.HTML和CSS"><img class="post-bg" src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/blogs/image-20230722213120050.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="1.HTML和CSS"></a></div><div class="recent-post-info"><a class="article-title" href="/posts/e8bb4d48/" title="1.HTML和CSS">1.HTML和CSS</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2022-04-22T13:27:15.000Z" title="发表于 2022-04-22 21:27:15">2022-04-22</time></span><span class="article-meta"><span class="article-meta-separator">|</span><i class="fas fa-inbox"></i><a class="article-meta__categories" href="/categories/%E6%8A%80%E6%9C%AF/">技术</a></span></div><div class="content">
HTML和CSS1.	你做的页面在哪些流览器测试过？这些浏览器的内核分别是什么?IE: trident内核Firefox：gecko内核Safari:webkit内核Opera:以前是presto内核，Opera现已改用Google Chrome的Blink内核Chrome:Blink(基于webkit，Google与Opera Software共同开发)
2.	每个HTML文件里开头都有个很重要的东西，Doctype，知道这是干什么的吗？ 声明位于文档中的最前面的位置，处于  标签之前。此标签可告知浏览器文档使用哪种 HTML 或 XHTML 规范。（重点：告诉浏览器按照何种规范解析页面）
3.	Quirks模式是什么？它和Standards模式有什么区别从IE6开始，引入了Standards模式，标准模式中，浏览器尝试给符合标准的文档在规范上的正确处理达到在指定浏览器中的程度。在IE6之前CSS还不够成熟，所以IE5等之前的浏览器对CSS的支持很差， IE6将对CSS提供更好的支持，然而这时的问题就来了，因为有很多页面是基于旧的布局方式写的，而如果IE6 支持CSS则将令这些页面 ...</div></div></div><div class="recent-post-item"><div class="recent-post-info no-cover"><a class="article-title" href="/posts/4a17b156/" title="序言">序言</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2022-03-06T08:54:10.000Z" title="发表于 2022-03-06 16:54:10">2022-03-06</time></span></div><div class="content">序言
欢迎来到我的博客！在这个快速发展的数字时代，技术成为推动社会进步和创新的关键力量。作为一个对技术充满热情的人，我创建了这个博客网站，旨在与大家分享我的知识和经验，特别是在前端、后端和GIS等技术领域。
我相信技术的力量可以改变世界，而这个博客是我为了将这种信念传递给更多人而建立的。在这里，我将探索各种前沿技术、最佳实践和创新思维，希望能够激发你的灵感，并帮助你在技术的海洋中航行。
在前端方面，我将分享关于HTML、CSS和JavaScript等技术的最新趋势和最佳实践。你将了解到如何构建漂亮、响应式和交互式的用户界面，以及如何优化网站的性能和用户体验。
对于后端开发，我将深入探讨各种编程语言和框架，如Python、Java和Node.js等，以及数据库设计和API开发。你将学习到如何构建强大的后端系统，实现数据存储、处理和传输，以及如何设计可扩展和高性能的应用程序。
另外，我对地理信息系统（GIS）也有浓厚的兴趣。GIS技术结合了地理数据和信息系统，可以用于地图制作、空间分析和位置智能等领域。我将分享GIS的基础知识、工具和应用案例，帮助你了解如何利用地理空间数据解决现实世界的问 ...</div></div></div><div class="recent-post-item"><div class="post_cover right"><a href="/posts/63e551d2/" title="绪论与深度学习概述"><img class="post-bg" src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/%E5%8D%9A%E5%AE%A2/image-20230708205754393.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="绪论与深度学习概述"></a></div><div class="recent-post-info"><a class="article-title" href="/posts/63e551d2/" title="绪论与深度学习概述">绪论与深度学习概述</a><div class="article-meta-wrap"><span class="post-meta-date"><i class="far fa-calendar-alt"></i><span class="article-meta-label">发表于</span><time datetime="2022-01-08T13:11:38.000Z" title="发表于 2022-01-08 21:11:38">2022-01-08</time></span><span class="article-meta"><span class="article-meta-separator">|</span><i class="fas fa-inbox"></i><a class="article-meta__categories" href="/categories/%E5%AD%A6%E6%9C%AF/">学术</a></span></div><div class="content">绪论与深度学习概述1.起源与发展第一阶段(1943 -1969)
1943年：Warren McCulloch和Walter Pitts提出了MP神经元模型1958年：Frank Rosenblatt提出了感知器(Perceptron)1960年：Bernard Widrow和Ted Hoff提出了ADLINE神经网络1969年：Marvin Minsky和Seymour Papert指出感知器只能做简单的线性分类任务，无法解决XOR这种简单分类问题第二阶段(1980 -1989)
1982年：John Hopfield提出了Hopfield神经网络1986年：David Rumelhart、Geoffrey Hinton和Ronald Williams提 出了误差反向传播算法(Error Back Propagation, BP)1989年:YannLeCun等人提出了卷积神经网络(Convolutional Neural Networks，CNN)第三阶段(2006 - )
2006年:Hinton和他的学生正式提出了深度学习的概念，通过无监督学习方法逐层训练算法，再使用有监督的反 ...</div></div></div><nav id="pagination"><div class="pagination"><a class="extend prev" rel="prev" href="/"><i class="fas fa-chevron-left fa-fw"></i></a><a class="page-number" href="/">1</a><span class="page-number current">2</span></div></nav></div><div class="aside-content" id="aside-content"><div class="card-widget card-info"><div class="is-center"><div class="avatar-img"><img src= "" data-lazy-src="/img/adaver.png" onerror="this.onerror=null;this.src='/img/friend_404.gif'" alt="avatar"/></div><div class="author-info__name">GISer</div><div class="author-info__description">选择有时候比努力更重要</div></div><div class="card-info-data site-data is-center"><a href="/archives/"><div class="headline">文章</div><div class="length-num">20</div></a><a href="/tags/"><div class="headline">标签</div><div class="length-num">7</div></a><a href="/categories/"><div class="headline">分类</div><div class="length-num">3</div></a></div><a id="card-info-btn" target="_blank" rel="noopener" href="https://github.com/Jinhe404"><i class="fab fa-github"></i><span>Follow Me</span></a><div class="card-info-social-icons is-center"><a class="social-icon" href="https://github.com/Jinhe404" target="_blank" title="Github"><i class="fab fa-github" style="color: #24292e;"></i></a><a class="social-icon" href="/jhcgnb@163.com" target="_blank" title="Email"><i class="fas fa-envelope" style="color: #4a7dbe;"></i></a><a class="social-icon" href="https://blog.csdn.net/weixin_44857463?type=blog" target="_blank" title="CSDN"><i class="fa fa-book-open"></i></a><a class="social-icon" href="tencent://AddContact/?fromId=45&amp;fromSubId=1&amp;subcmd=all&amp;uin=31025287432&amp;website=www.oicqzone.com" target="_blank" title="QQ"><i class="fab fa-qq"></i></a></div></div><div class="card-widget card-announcement"><div class="item-headline"><i class="fas fa-bullhorn fa-shake"></i><span>公告</span></div><div class="announcement_content">This is my Blog</div></div><div class="sticky_layout"><div class="card-widget card-recent-post"><div class="item-headline"><i class="fas fa-history"></i><span>最新文章</span></div><div class="aside-list"><div class="aside-list-item"><a class="thumbnail" href="/posts/5a9e107b/" title="11.性能优化"><img src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/blogs/image-20230722213120050.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="11.性能优化"/></a><div class="content"><a class="title" href="/posts/5a9e107b/" title="11.性能优化">11.性能优化</a><time datetime="2023-10-18T13:51:52.000Z" title="发表于 2023-10-18 21:51:52">2023-10-18</time></div></div><div class="aside-list-item"><a class="thumbnail" href="/posts/467cee4/" title="流形与非流行"><img src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/blogs/image-20230708214917843.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="流形与非流行"/></a><div class="content"><a class="title" href="/posts/467cee4/" title="流形与非流行">流形与非流行</a><time datetime="2023-07-08T13:45:31.000Z" title="发表于 2023-07-08 21:45:31">2023-07-08</time></div></div><div class="aside-list-item"><a class="thumbnail" href="/posts/f43726f7/" title="详解@RequestParam"><img src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/Java-Logo.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="详解@RequestParam"/></a><div class="content"><a class="title" href="/posts/f43726f7/" title="详解@RequestParam">详解@RequestParam</a><time datetime="2023-07-04T02:07:55.000Z" title="发表于 2023-07-04 10:07:55">2023-07-04</time></div></div><div class="aside-list-item"><a class="thumbnail" href="/posts/a98e3ede/" title="Cesium面试题"><img src= "" data-lazy-src="/img/category_img.jpg" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="Cesium面试题"/></a><div class="content"><a class="title" href="/posts/a98e3ede/" title="Cesium面试题">Cesium面试题</a><time datetime="2023-07-03T06:07:01.000Z" title="发表于 2023-07-03 14:07:01">2023-07-03</time></div></div><div class="aside-list-item"><a class="thumbnail" href="/posts/d594835b/" title="Linux项目部署详细步骤"><img src= "" data-lazy-src="http://rx6zk4j2b.hn-bkt.clouddn.com/blogs/image-20230709192449145.png" onerror="this.onerror=null;this.src='/img/404.jpg'" alt="Linux项目部署详细步骤"/></a><div class="content"><a class="title" href="/posts/d594835b/" title="Linux项目部署详细步骤">Linux项目部署详细步骤</a><time datetime="2023-05-09T11:08:33.000Z" title="发表于 2023-05-09 19:08:33">2023-05-09</time></div></div></div></div><div class="card-widget card-categories"><div class="item-headline">
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